DEVELOPMENT OF SEAMED COMPRESSION SOCKS AND COMPARISON WITH CLASS I SOCKS USING EXISTING MATHEMATICAL MODELS

Engin Akçagün, H. Siddique, Abdurrrahim Yilmaz
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Abstract

Compression therapy is an important method for treating venous diseases such as venous edema and venous hypertension. Regular compression therapy's main objective is to diminish leg swelling by controlling blood flow and avoiding the recurrence of reversible blood flow. Compression socks are often recommended as therapeutic garments. In this study, a seamed compression sock was developed using fabric with an interlock knit structure. Three other sock samples were produced by using circular knitting MERZ CC4 model machine for comparison. The results demonstrate that the developed sock meets all the requirements of compression class I. Statistical analysis reveals that fabric parameters, particularly fabric weight, effectively explain compression pressure intensity according to the values of coefficient of determination, coefficient of correlation (r), and means sum of square errors (MSE). In this work, Laplace's Law and a few preexisting mathematical models were used to calculate the compression pressure of both standard compression socks and socks with seams, with results that were essentially similar. The points of data are tightly clustered around line of regression, showing that there is little variation in the compression pressure for socks with seams.
利用现有数学模型开发有缝压力袜并与 I 类袜进行比较
压力疗法是治疗静脉水肿和静脉高压等静脉疾病的重要方法。定期压力疗法的主要目的是通过控制血流和避免可逆血流的复发来减轻腿部肿胀。压力袜通常被推荐为治疗服装。在这项研究中,使用联锁针织结构的织物开发了一种缝合压力袜。为了进行比较,还使用 MERZ CC4 型圆机生产了另外三种袜子样品。统计分析显示,根据决定系数、相关系数(r)和平均平方误差和(MSE)值,织物参数,尤其是织物重量,可以有效解释压缩压力强度。在这项工作中,拉普拉斯定律和一些已有的数学模型被用来计算标准压缩袜和有接缝袜子的压缩压力,结果基本相似。数据点紧密集中在回归线附近,表明有接缝袜子的压缩压力变化很小。
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